The stress on a polymer under constant strain relaxes to 42% of its original value in 40 hours. The elastic modulus of the polymer is E = 3.00 MPa. Equation 5.21, Dowling 5th edition, describing stress relaxation, simplifies to: o = 0ge for this process. Use this information to answer the two questions. Be sure to input numbers in the answer fields only; pay attention to specified units. 1) Calculate the time required for the stress to drop to 60% of the original value. 2) Calculate the coefficient of tensile viscosity, n.
The stress on a polymer under constant strain relaxes to 42% of its original value in 40 hours. The elastic modulus of the polymer is E = 3.00 MPa. Equation 5.21, Dowling 5th edition, describing stress relaxation, simplifies to: o = 0ge for this process. Use this information to answer the two questions. Be sure to input numbers in the answer fields only; pay attention to specified units. 1) Calculate the time required for the stress to drop to 60% of the original value. 2) Calculate the coefficient of tensile viscosity, n.
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Transcribed Image Text:The stress on a polymer under constant strain relaxes to 42% of its original value in 40 hours. The elastic modulus of
the polymer is E = 3.00 MPa. Equation 5.21, Dowling 5th edition, describing stress relaxation, simplifies to:
o = 0ge
for this process. Use this information to answer the two questions. Be sure to input numbers in the answer fields only;
pay attention to specified units.
1) Calculate the time required for the stress to drop to 60% of the original value.
2) Calculate the coefficient of tensile viscosity, n.
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